From: Joerg K. W. <we...@in...> - 2004-06-15 09:25:58
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Hi naji, so here are my guesses, no gurantee that the SMART patterns work. So please resend the tested/working patterns. >>C= (participating in two fused benzene rings) c~[#6]~c two benzene rings connected via aliphatic/aromatic via any bonds or general aromatic rings ? [r;a]~[#6]~[r;a] >>C= (participating in two fused non-benzene rings) [r;!a]~[#6]~[r;!a] two non-aromatic rings connected via aliphatic/aromatic via any bonds >>C= (participating in two fused rings: one benzene ring and one non-benzene ring) [r;!a]~[#6]~[r;a] > -CH=( participating in a benzene ring) > >>C= (the formal double bond and a formal single bond participating in a benzene ring) [#6,a,Q2,$(*-*),$(*=*)] so two heavy weight neighbors and neighbour environments with $(...), here general aromatic ring. You can also work with hybridisation states using ^2, see joelib/data/plain/*.txt for examples >>C= (two single bonds participating in a non- benzene ring) with or without implicite hydrogens, so X or D or Q http://www-ra.informatik.uni-tuebingen.de/software/joelib/tutorial/functionalities/mol-smarts.html and reference and link to daylight tutorial. [#6,!a,r,Q2,$(*-*),$(*-*)] so two heavy weight neighbours, here general non-aromatic ring > -CH=( participating in a non- benzene ring) [#6,!a,r,Q2,$(*-*),$(*=*)] >>C= (the formal double bond and a formal single bond participating in a non-benzene ring) difference to -CH= ? > =N- (participating in a ring ) [#7,r,Q2,$(*-*),$(*-*)] so assuming any ring, or only aliphatic ones ? >>NH(participating in a ring ) [#7,r,H1,$(*-*),$(*-*)] > -N< (participating in a ring ) > -N< (participating in two fused rings ) analogue to C, more or less. > Any suggestions? Yes :-) > Thanks Was me a pleasure. Kind regards, Joerg -- Dipl. Chem. Joerg K. Wegner Center of Bioinformatics Tuebingen (ZBIT) Department of Computer Architecture Univ. Tuebingen, Sand 1, D-72076 Tuebingen, Germany Phone: (+49/0) 7071 29 78970 Fax: (+49/0) 7071 29 5091 E-Mail: mailto:we...@in... WWW: http://www-ra.informatik.uni-tuebingen.de -- Never mistake motion for action. (E. Hemingway) Never mistake action for meaningful action. (Hugo Kubinyi,2004) |